@keyframes rwdcur67984 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRoge2Zz2uURxjHPzPv67vvbjZLsyiN8UeL1UtbRW1ExWhVRCm99FCK9NAerP0Ptv0DWio0ePAk9SQt4kUvEhAxUDxUMKCUqKipYLOCJDHZ3aybd9fXd2d6eHc3q6X2sDOYwH5geAfeYZ79vs88szPPA126dOnyJhFmphkGkHAyvbtvbih6jqy13ikEmgRaZX2trhS4DpTN2AW38ymGJeDFbfWGH4cqp7d/mFxLAtCNIQJ0DcbvBPkrIwufYFCA0/kUhx0gBfTBZrdQy1wf3Dy5ad2u5wPJLVr6G5XwMpGeesLo2D15dORxbaJzm4uYEOACSeAtYNXE/OrUmT+2/9njTT/d+fmjQdVX48L57Il9P3/z/cjjI9Nwtd65zUWkgTkUEAFho+8p7ae+O/vp3RcSVa2jjp788hxkm++NYiAGUEANKAE+kAZS4KqFEvgOQKXUGGNcgAEP5JoCysAsUIj7qQK3e1Rwq0fB/XI8JrckPQDkAEIYrgFBo6HHUmhQcK0C18yYegVDAlqotsZ8Iak8E1H2GkwLeImZtT1K1fX/D+wAGwJaHri6sReNNr7u27HqgdtJPxKuodPKf2BVwJq8QHgismnDlgAFcPiGiiSoU5aMgJ1dqMU7N4g8sfyWUFOEEo/SgAot2GhhdQk9TK0PBaLxt2YHq0H8W8JRK+oGDryvwaoHLvb2g3AMXl/+jc0YAH+NRFndRe0uIZ5NesT3BGvYENA6vqXm/wYcz2IMW/OAjCePXAiX71monF7vgg6X7TZK5j1AeMzYM2ErBiRAJrFSous2d1HjAl66f30cFKUAdcmwkXasBvFXcxNS4sjlKABQfFSekHULqZR2LAqQuP0lPIRkCoklITZyBo0gDtypIZjeoyUWP5RFDwTu5YNSojVctGfFtAeaX98bOn7/wORWR05uc+VnP33wbdbSxzJZ4PCA7PvvPhj84us7P7y9P7GFvjitpQuhqo4XR2dvlY6f+DWfN2MzxmSBIw2jW4/t/euXHdnefvkghLbAjRCHxpT6HTgCPOzcbowBDwy7xBnplfBkw6rk+N5q5GQiQBAGUizMSVmcTYpi2ffLQb74YqmVmGjuMh4MhE+rAzeJ0+ywmHafeQYzVClDzuj9wFR9IAIqxGIqbfNGxCKCRn9Jpteb9QFF/ENf3dkU8a3MSoXGcJmV9mcTtfjMmTHXZQnxD5whKEwPXJMaAAAAAElFTkSuQmCC) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur67984 2.6666666666667s linear infinite forwards;
}
